maple tizimidagi paketlar va ularning tarkibiy qismi

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$1348674649_2777.doc libname := "d:\maple\maple 9.5\intpakx\lib" , "d:\maple\maple 9.5\intpakx\lib" , "c:\program files\maple 9.5/lib" [ &* , &** , &+ , &- , &/ , &convex_hull , &arccos , &arcsin , &arctan , &cabs , &cadd , &cdiv , &cdiv_opt , &cmult , &cmult_opt , &cos , &cosh , &csub , &exp , &intersect , &intpower , &ln , &sin , &sinh , &sqr , &sqrt , &tan , &tanh , &union , evalf , interval_integerpower , interval_round_down , interval_round_up , interval_add , interval_arccos , interval_arcsin , interval_arctan , interval_cos , interval_cosh , interval_divide , interval_exp , interval_hyp_rd , interval_hyp_ru , interval_intersect , interval_ln , interval_midpoint , interval_option_zero , interval_power , interval_range_values , interval_reciprocal , interval_scale , interval_sin , interval_sinh , interval_sqr , interval_sqrt , interval_subtract , interval_tan , interval_tanh , interval_times , interval_trig_rd , interval_trig_ru , interval_ulp , interval_union , interval_width , addinfinity , centred_form_eval , cexp , cni_range3d , complex_disc_plot …$

9999998 , 9.000000011 [ ] 2.799999999 , 9.000000007 [ ] c := 1. , 2. [ ] f := 5. , 7. [ ] 1. , 2. [ ] 2.499999999 , 7.000000008 [ ] = 5. , 7. [ ] x := 2.499999999 , 7.000000008 [ ] a := 4. , 5. [ ] b := 14. , 22. [ ] c := 9. , 9. [ ] 4. , 5. [ ] x 2 + 14. , 22. [ ] x + 9. , 9. [ ] = 0 disc := 15.99999969 , 340.0000004 [ ] positiveint := 0. , ¥ [ ] nepositiveint := - ¥ , 0. [ ] x1 := -2.250000010 , 0.5548861182 [ ] x2 := -5.054886124 , -1.799999991 [ ] a := 1. , 3. [ ] b := 3. , 6. [ ] c := 4. , 7. [ ] 1. , 3. …

.]; b:=[3.,6.]; c:=[4.,7.]; a * x^2 + b * x + c =0; > disc:=(b &**2) &- ([4.,4.] &* a &* c); positiveint:=[0., infinity]; nepositiveint:=[-infinity,0.]; > if is_in(disc, positiveint) then x1:=(([-1.,-1.] &* b) &+ ((disc) &**(1/2))) &/ (2 &* a); x2:=(([-1.,-1.] &* b) &- ((disc) &**(1/2))) &/ (2 &* a); elif (is_in(disc, nepositiveint)) then print("yechimga ega emas"); else x1:=(([-1.,-1.] &* b) &/ ([2.,2.] &* a)); end if; foydalanilgan adabiyotlar: 1. матросов а. решения задачи математики и механики системе мaple-6 . санкт-петергбург . 2000 2. савотченко с.е., кузьмичева т.г. методы решения мате-матических задач в maple. : учебное пособие - белгород: изд. белаудит, 2001. - 116 с 3. алексеев е.р., чеснокова о.в. решение задач вычислитель-ной математики в пакетах mathcad12, mathlab 7, maple 9. 2007 4. очков в.ф. "советы пользователям mathcad". (второй выпуск, советы 100-...) 5. mathcad 2001 - что нового. компьютерпресс, 4'2001 6. гандмахер р. теория матриц. м.: наука, 1985.

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1348674649_2777.doc libname := "d:\maple\maple 9.5\intpakx\lib" , "d:\maple\maple 9.5\intpakx\lib" , "c:\program files\maple 9.5/lib" [ &* , &** , &+ , &- , &/ , &convex_hull , &arccos , &arcsin , &arctan , &cabs , &cadd , &cdiv , &cdiv_opt , &cmult , &cmult_opt , &cos , &cosh , &csub , &exp , &intersect , &intpower , &ln , &sin , &sinh , &sqr , &sqrt , &tan , &tanh , &union , evalf , interval_integerpower , interval_round_down , interval_round_up , interval_add , interval_arccos , interval_arcsin , interval_arctan , interval_cos , interval_cosh , interval_divide , interval_exp , interval_hyp_rd , interval_hyp_ru , interval_intersect , interval_ln , interval_midpoint , interval_option_zero , interval_power , interval_range_values , interval_reciprocal , interval_scale , interval_sin , inte...

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